The University of New South Wales
Class search by Teaching Period
Offering information, including the availability of offerings and timetabling information is subject to change.
Go to New search by Teaching Period
At times it may become necessary to cancel advertised offerings.
New search by Campus/Subject Area
Data is correct as at Mon, 11-09-2023 01:03:17 EST
Data is currently published for 2023 and is subject to change.

Search Results
Campus Sydney
Subject Mathematics
Career Undergraduate
Teaching Period Teaching Period Three

Courses Offered
Code Course Title Units of Credit
MATH1011 Fundamentals of Mathematics B 6
MATH1031 Mathematics for Life Sciences 6
MATH1041 Statistics for Life and Social Sciences 6
MATH1081 Discrete Mathematics 6
MATH1099 Industrial Placement 1 (Co-Op) 12
MATH1131 Mathematics 1A 6
MATH1141 Higher Mathematics 1A 6
MATH1231 Mathematics 1B 6
MATH2018 Engineering Mathematics 2D 6
MATH2069 Mathematics 2A 6
MATH2089 Numerical Methods and Statistics 6
MATH2221 Higher Theory and Applications of Differential Equations 6
MATH2399 Advanced Mathematics Internship 2 (Co-Op) 6
MATH2521 Complex Analysis 6
MATH2621 Higher Complex Analysis 6
MATH2701 Abstract Algebra and Fundamental Analysis 6
MATH2831 Linear Models 6
MATH2931 Higher Linear Models 6
MATH3000 Mathematics/Statistics Project 3
MATH3001 Mathematics/Statistics Project 6
MATH3002 Mathematics/Statistics Project 12
MATH3051 Applied Real and Functional Analysis 6
MATH3171 Linear and Discrete Optimization Modelling 6
MATH3201 Dynamical Systems and Chaos 6
MATH3261 Fluids, Oceans and Climate 6
MATH3361 Stochastic Differential Equations: Theory, Applications, and Numerical Methods 6
MATH3399 Advanced Mathematics Internship 3 (Co-Op) 6
MATH3411 Information, Codes and Ciphers 6
MATH3511 Transformations, Groups and Geometry 6
MATH3701 Higher Topology and Differential Geometry 6
MATH3851 Experimental Design and Categorical Data 6
MATH3856 Introduction to Data and Machine Learning 6
MATH3871 Bayesian Inference and Computation 6
MATH4001 Mathematics and Statistics Honours Thesis 6
Back to top